{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Inversion Demo\n",
    "\n",
    "Work in progress..."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "from music21 import *"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "# ignore this\n",
    "%load_ext music21.ipython21"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "import copy"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "it = ['M-3','P1','A4']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "p = pitch.Pitch('F4')\n",
    "cList = []"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "for int in it:\n",
    "    pNew = p.transpose(int, inPlace=False)\n",
    "    cList.append(pNew)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<music21.pitch.Pitch D-4>, <music21.pitch.Pitch F4>, <music21.pitch.Pitch B4>]"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "cList"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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SB+J3CdrxO6ZGRaBsRlx7LpNSCqZAD7qFbEQ2hVRBDEUVpSkYj2eNHLX1ItEno1jNV3+NmLrNxuOEK6U7qf5bTgxczyNKwMm5fhpFyUiWOaV9SOYC0ka0cyuIAaBLqxnxhcVR2p7qUC43AP8I1MkaJWAmEkNdUUpDFqVUT56wsPjcLu7b0WziE1g2G66hqD8F+jDgt3hK/17MwdyyRgk4gtb7eyslJ4tSqifg/kcx191UTa9F1mpO3DclNz/bYCR21DjnfAqwF+aceF+m7HMhEgrm0ZT3K0opOZFkcxY9RFtpL4kM2SqIH1ir4c4bPYjEEH/aOZ8PHBxzb9YoAYrSVIwn2UNwXkw7x/rqrmdL2BJzK/LZZ+GF/n0ecWSOI2uUAEVpOtyHKGzV7VKih4jL+Nq4w6qk5eVmqv9uV5Dc6BQkbMoMopXRM0gkgUbHplKUukmbzcTlPOBq5/grxJByacQD/Va87LdhXIz8ci/CbgiVMrPAd3wRcHqd9z+OhDrZHdgBMbjsRYbEbyAB9t7OLqai9A36Ux3M7Q6ST57/0Hffj6xI1zfYFVman0r1CpyiKCkZjayuuQrmX0SbCyxDtdHfneiwQlGUnBkPvIOnaDqRodwBwOaIO8SeyPK2P37QbXhL4YqiKLmyAvAXkq0CdSJDNh2uKIpina2QYPofUKuMXkNyxGWxRFYUpYn5P8Vp85iHRLqtAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 49,
       "width": 146
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "chord1 = chord.Chord(cList)\n",
    "chord1.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "chord1.inversion(0)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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nylFfIIRkWWbbNiHEtm1N06qq2u12nPNrVYTmw57kp2maJEmEEFVVUUpd171LvfxFKeAV8T9ML4Jn6m/B8QAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 26,
       "width": 43
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "chord1.show('ipython.lily.png')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<music21.pitch.Pitch F5>"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "max(chord1.pitches)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "cMaj = chord.Chord(\"C3 E3 G3\")\n",
    "s = stream.Stream()\n",
    "for i in range(20):\n",
    "    inv = i % 3\n",
    "    s.append(cMaj)\n",
    "    cMajCopy = copy.deepcopy(cMaj)\n",
    "    cMajCopy.inversion(inv)\n",
    "    cMaj = cMajCopy\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "{0.0} <music21.chord.Chord C3 E3 G3>\n",
      "{1.0} <music21.chord.Chord C3 E3 G3>\n",
      "{2.0} <music21.chord.Chord E3 G3 C4>\n",
      "{3.0} <music21.chord.Chord G3 C4 E4>\n",
      "{4.0} <music21.chord.Chord C4 E4 G4>\n",
      "{5.0} <music21.chord.Chord E4 G4 C5>\n",
      "{6.0} <music21.chord.Chord G4 C5 E5>\n",
      "{7.0} <music21.chord.Chord C5 E5 G5>\n",
      "{8.0} <music21.chord.Chord E5 G5 C6>\n",
      "{9.0} <music21.chord.Chord G5 C6 E6>\n",
      "{10.0} <music21.chord.Chord C6 E6 G6>\n",
      "{11.0} <music21.chord.Chord E6 G6 C7>\n",
      "{12.0} <music21.chord.Chord G6 C7 E7>\n",
      "{13.0} <music21.chord.Chord C7 E7 G7>\n",
      "{14.0} <music21.chord.Chord E7 G7 C8>\n",
      "{15.0} <music21.chord.Chord G7 C8 E8>\n",
      "{16.0} <music21.chord.Chord C8 E8 G8>\n",
      "{17.0} <music21.chord.Chord E8 G8 C9>\n",
      "{18.0} <music21.chord.Chord G8 C9 E9>\n",
      "{19.0} <music21.chord.Chord C9 E9 G9>\n"
     ]
    }
   ],
   "source": [
    "s.show('text')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 166,
       "width": 748
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "s.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [],
   "source": [
    "cMaj = chord.Chord(\"C1 G1 E2\")\n",
    "s = stream.Stream()\n",
    "for i in range(7):\n",
    "    inv = i % 3\n",
    "    s.append(cMaj)\n",
    "    cMajCopy = copy.deepcopy(cMaj)\n",
    "    cMajCopy.inversion(inv)\n",
    "    cMaj = cMajCopy"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 200,
       "width": 400
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "s.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [],
   "source": [
    "cMaj = chord.Chord(\"C3 E3 G3 B-3 D-4 F#4\")\n",
    "s = stream.Stream()\n",
    "for i in range(17):\n",
    "    inv = i % 6\n",
    "    s.append(cMaj)\n",
    "    cMajCopy = copy.deepcopy(cMaj)\n",
    "    cMajCopy.inversion(inv)\n",
    "    cMaj = cMajCopy"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 166,
       "width": 748
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "s.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {
    "tags": [
     "nbval-ignore-output"
    ]
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "                <div id='midiPlayerDiv2063'></div>\n",
       "                <link rel=\"stylesheet\" href=\"//cuthbertLab.github.io/music21j/css/m21.css\"\n",
       "                    type=\"text/css\" />\n",
       "                <script>\n",
       "                require.config({\n",
       "                    paths: {'music21': '//cuthbertLab.github.io/music21j/src/music21'}\n",
       "                });\n",
       "                require(['music21'], function() {\n",
       "                               mp = new music21.miditools.MidiPlayer();\n",
       "                               mp.addPlayer('#midiPlayerDiv2063');\n",
       "                               mp.base64Load('data:audio/midi;base64,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');\n",
       "                        });\n",
       "                </script>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "s.show('midi')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "1\n"
     ]
    }
   ],
   "source": [
    "germ6 = chord.Chord(\"A-3 C4 E-4 F#4\")\n",
    "s = stream.Stream()\n",
    "print(germ6.inversion())\n",
    "for i in range(12):\n",
    "    inv = i % 3\n",
    "    s.append(germ6)\n",
    "    germ6Copy = copy.deepcopy(germ6)\n",
    "    germ6Copy.inversion(inv)\n",
    "    germ6 = germ6Copy"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 128,
       "width": 748
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "s.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "All subchords."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [],
   "source": [
    "from itertools import combinations as comb"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'all tri-chord hexachord'"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "c = chord.Chord([0, 1, 2, 4, 7, 8])\n",
    "c.commonName"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12}"
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "cc = set()\n",
    "for i in comb(c.pitches, 3):\n",
    "    cc.add(chord.Chord(i).forteClassNumber)\n",
    "cc"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {
    "tags": [
     "nbval-ignore-output"
    ]
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "                <div id='midiPlayerDiv2656'></div>\n",
       "                <link rel=\"stylesheet\" href=\"//cuthbertLab.github.io/music21j/css/m21.css\"\n",
       "                    type=\"text/css\" />\n",
       "                <script>\n",
       "                require.config({\n",
       "                    paths: {'music21': '//cuthbertLab.github.io/music21j/src/music21'}\n",
       "                });\n",
       "                require(['music21'], function() {\n",
       "                               mp = new music21.miditools.MidiPlayer();\n",
       "                               mp.addPlayer('#midiPlayerDiv2656');\n",
       "                               mp.base64Load('data:audio/midi;base64,TVRoZAAAAAYAAQABBABNVHJrAAAAjAD/AwAA4ABAiACQRFqEAIBEAACQQlqEAIBCAACQQ1qEAIBDAACQQVqEAIBBAACQP1qCAIA/AACQPFqEAIA8AACQRVqKAIBFAACQRFqEAIBEAACQQlqEAIBCAACQQ1qEAIBDAACQQVqEAIBBAACQP1qCAIA/AACQPFqEAIA8AACQRVqKAIBFAIgA/y8A');\n",
       "                        });\n",
       "                </script>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "s = stream.Part()\n",
    "for i in [8,6,7,5,3,0,9,  8,6,7,5,3,0,9]:\n",
    "    n = note.Note(i)\n",
    "    if i == 3:\n",
    "        n.quarterLength = .5\n",
    "    elif i == 9:\n",
    "        n.quarterLength = 2.5\n",
    "    n.quarterLength *= .5\n",
    "    s.append(n)\n",
    "s.show('midi')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {
    "tags": [
     "nbval-ignore-output"
    ]
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "                <div id='midiPlayerDiv2699'></div>\n",
       "                <link rel=\"stylesheet\" href=\"//cuthbertLab.github.io/music21j/css/m21.css\"\n",
       "                    type=\"text/css\" />\n",
       "                <script>\n",
       "                require.config({\n",
       "                    paths: {'music21': '//cuthbertLab.github.io/music21j/src/music21'}\n",
       "                });\n",
       "                require(['music21'], function() {\n",
       "                               mp = new music21.miditools.MidiPlayer();\n",
       "                               mp.addPlayer('#midiPlayerDiv2699');\n",
       "                               mp.base64Load('data:audio/midi;base64,TVRoZAAAAAYAAQABBABNVHJrAAAATQD/AwAA4ABAiACQR1qIAIBHAACQQ1qIAIBDAACQRVqIAIBFAACQQVqIAIBBAACQPlqIAIA+AACQOVqIAIA5AACQSFqIAIBIAIgA/y8A');\n",
       "                        });\n",
       "                </script>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "t = stream.Part()\n",
    "for i in [8,6,7,5,3,0,9]:\n",
    "    n = note.Note()\n",
    "    n.pitch.diatonicNoteNum = 27 + i\n",
    "    t.append(n)\n",
    "t.show('midi')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {
    "tags": [
     "nbval-ignore-output"
    ]
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "                <div id='midiPlayerDiv3052'></div>\n",
       "                <link rel=\"stylesheet\" href=\"//cuthbertLab.github.io/music21j/css/m21.css\"\n",
       "                    type=\"text/css\" />\n",
       "                <script>\n",
       "                require.config({\n",
       "                    paths: {'music21': '//cuthbertLab.github.io/music21j/src/music21'}\n",
       "                });\n",
       "                require(['music21'], function() {\n",
       "                               mp = new music21.miditools.MidiPlayer();\n",
       "                               mp.addPlayer('#midiPlayerDiv3052');\n",
       "                               mp.base64Load('data:audio/midi;base64,TVRoZAAAAAYAAQACBABNVHJrAAAAlAD/AwAA4ABAAP9YBAQCGAiIAJBEWoQAgEQAAJBCWoQAgEIAAJBDWoQAgEMAAJBBWoQAgEEAAJA/WoIAgD8AAJA8WoQAgDwAAJBFWooAgEUAAJBEWoQAgEQAAJBCWoQAgEIAAJBDWoQAgEMAAJBBWoQAgEEAAJA/WoIAgD8AAJA8WoQAgDwAAJBFWooAgEUAiAD/LwBNVHJrAAAAVQD/AwAA4ABAAP9YBAQCGAiIAJBHWogAgEcAAJBDWogAgEMAAJBFWogAgEUAAJBBWogAgEEAAJA+WogAgD4AAJA5WogAgDkAAJBIWogAgEgAiAD/LwA=');\n",
       "                        });\n",
       "                </script>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sc = stream.Score()\n",
    "sc.insert(0, s.makeMeasures())\n",
    "sc.insert(0, t.makeMeasures())\n",
    "sc.show('midi')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 34,
       "width": 151
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "n = note.Note(54)\n",
    "n.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "celltoolbar": "Tags",
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.7.2"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 1
}
